Lévy Statistics and Laser Cooling
This is a book about laser cooling, a new research field with many potential applications. The authors present an original approach, using the tools and concepts of statistical physics. A new understanding of laser cooling, both intuitive and quantitative, is obtained. The volume also comprises a case study allowing non-Gaussian (Lévy) statistics, a technique being used more frequently in many different fields.
- Written by world leaders in the field including the winner of the 1997 Nobel Prize for Physics
- The first book to describe the application of Lévy statistics to the problem of laser cooling of atoms
Reviews & endorsements
"[This book] is unique in that it covers atomic physics and quantum optics as well as statistical processes.... It would be an excellent reference for a seminar on topics related to laser cooling." Optics and Photonics News
"The book is accessible to beginning physics graduate students as well as experienced scientists who would like to get into the field of Lévy statistics or subrecoil cooling of atoms. At any rate this is a valuable reference work." Mathematical Reviews
Product details
February 2002Paperback
9780521004220
214 pages
247 × 174 × 15 mm
0.46kg
41 b/w illus. 2 tables
Available
Table of Contents
- 1. Introduction
- 2. Subrecoil laser cooling and anomalous random walks
- 3. Trapping and recyling. Statistical properties
- 4. Broad distributions and Lévy statistics: a brief overview
- 5. Proportion of atoms trapped in quasi-dark states
- 6. Momentum distribution
- 7. Physical discussion
- 8. Tests of the statistical approach
- 9. Example of application: optimization of the peak of cooled atoms
- 10. Conclusion
- Appendix A. Correspondence of the parameters of the statistical models with atomic and laser parameters
- Appendix B. The Doppler case
- Appendix C. The special case mu = 1.